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The infrared behaviour of the n-point functions of a Yang-Mills theory with a charged scalar field in the fundamental representation of SU(N) is studied in the formalism of Dyson-Schwinger equations.
- Assuming a stable skeleton expansion solutions in form of power laws for the Green functions are obtained.
- For a massless scalar field the uniform limit is sufficient to describe the infrared scaling behaviour of vertices.
- Not taking into account a possible Higgs-phase it turns out that kinematic singularities play an important role for the scaling solutions of massive scalars.
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